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We subjected each outcome to analysis of covariance within a multilevel (patients within practices) regression framework, following intention to treat principles and with the analyst (DR) blind to practice allocation.
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Independent predictors for receiving advice on cholesterol management were patients' higher weight (regression coefficient 0.04, p=0.03), urban location of practice (regression coefficient 0.92, p=0.04), organisation of education by the practice (regression coefficient 0.47, p=0.01) and practice list size (regression coefficient 6.04, p=0.04).
The change in boundary separation between T2 and T1 was negatively correlated with lifetime MT practice (regression slope: –6.9 × 10−5, p =.027), indicating that for participants who already had a large amount of MT experience, the effect of the retreat on the decision boundary was smaller than for more novice participants.
* p < 0.05; ** p < 0.01 Overall, smaller and larger practices (multilevel regression analysis and logistic regression analysis).
We compare three groups (participant, non-participant, and ineligible practices) through regression analysis of changes over time in group means and within-group inequality (measured using Gini coefficients).
There was no significant relationship between the change in median RTs as a function of MT and the lifetime hours of MT practice (partial regression coefficient for regression of difference in median RT between T1 and T2 and lifetime MT practice: –.027, n.s)., indicating that lifetime MT experience did not predict how much effect the retreat would have on RT.
Centering and standardization of covariates is common practice in regression.
Independent variables gender, marital status, and alcohol consumption showed a significant relationship with risky sexual practice in regression analysis.
However, as was the case for CIN 2, in practice such regression is likely to occur [ 65].
While these statistical considerations are important, the study reported here suggests that, in practice, the regression approach performs reasonably well.
As is standard practice in regression models, subjects with missing values for any independent variable in a regression model were excluded from that specific analytic model.
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